Efficient modeling of nonconventional wells with downhole inflow control devices

Besson, 1990, Performance of slanted and horizontal wells on an anisotropic medium, 10.2118/20965-MS Deutsch, C.V., 1997. Developing hierarchical object-based stochastic modeling of fluvial reservoirs. Stanford Center for Reservoir Forecasting Report. May. Durlofsky, 2000, An approximate model for well productivity in heterogeneous porous media, Math. Geol., 32, 421, 10.1023/A:1007521831889 Economides, 1996, Well configurations in anisotropic reservoirs, SPE Form. Eval., 257, 10.2118/27980-PA Gringarten, 1973, The use of source and Green's functions in solving unsteady-flow problems in reservoirs, SPEJ, 285, 10.2118/3818-PA Haaland, S.E., 1981. Simple and explicit formula for the friction factor in turbulent pipe flow including natural gas pipelines IFAG B-131. Technical Report. Division of Aero- and Gas Dynamics, The Norwegian Institute of Technology, Norway. Holmes, 1998, Application of a multisegment well model to simulate flow in advanced wells, 10.2118/50646-MS Lee, 1993, The productivity index of an inclined well in finite difference reservoir simulation, 10.2118/25247-MS Lie, 2000, Intelligent recompletion eliminates the need for additional well, 10.2118/59210-MS Maizeret, P.D., 1996. Well indices for non-conventional wells. Master's Report. Stanford University. Mao, S., Journel, A.G., 1999. Generation of a reference petrophysical/seismic data set: the Stanford IV reservoir. Stanford Center for Reservoir Forecasting Report (May). Ouyang, 1998, A simplified approach to couple wellbore flow and reservoir inflow for arbitrary well configurations, 10.2118/48936-MS Ouyang, 1998, A single-phase wellbore-flow model for horizontal, vertical, and slanted wells, SPEJ, 124, 10.2118/36608-PA Ozkan, 1999, Influence of pressure drop along the wellbore on horizontal-well productivity, SPEJ, 288, 10.2118/57687-PA Palagi, 1992, The modeling of vertical and horizontal wells with Voronoi grid Peaceman, 1978, Interpretation of well-block pressures in numerical reservoir simulation, SPEJ, 183, 10.2118/6893-PA Peaceman, 1991, Representation of a horizontal well in numerical reservoir simulation Sachdeva, 1986, Two-phase flow through chokes, 10.2118/15657-MS Schlumberger GeoQuest, 1999a. Eclipse 200 Reference Manual—Multi-Segment Wells. 99A Release. Schlumberger GeoQuest, 1999b. Eclipse Reservoir Simulator, 99A Release. Serve, J., 2002. An enhanced framework for modeling complex well configurations. Master's Report, Stanford University. Tang, 2000, Performance of horizontal wells completed with slotted liners and perforations, 10.2118/65516-MS Valvatne, P.H., 2000. A framework for modeling complex well configurations. Master's Report. Stanford University. Wolfsteiner, 2000, Efficient estimation of the effects of wellbore hydraulics and reservoir heterogeneity on the productivity of Non-Conventional Wells, 10.2118/59399-MS Wolfsteiner, 2000, Approximate model for productivity of nonconventional wells in heterogeneous reservoirs, SPEJ, 218, 10.2118/62812-PA Wolfsteiner, 2003, Calculation of well index for nonconventional wells on arbitrary grids, Comput. Geosciences, 7, 61, 10.1023/A:1022431729275